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 "cells": [
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "#%% Import Moduels\n",
    "\n",
    "## System Tools\n",
    "import os\n",
    "import numpy as np\n",
    "from collections.abc import Iterable\n",
    "#from collections import OrderedDict\n",
    "## I/O Tools\n",
    "import _pickle as pickle\n",
    "## Data Process Tools\n",
    "import pandas as pd\n",
    "import datetime\n",
    "## Graphs\n",
    "import matplotlib.pyplot as plt\n",
    "from Toolbox_Graph import Graph_PDF, IRF_SinglePlot\n",
    "#import matplotlib.backends.backend_pdf as figpdf\n",
    "## Statistical Tools\n",
    "import statsmodels.formula.api as sm\n",
    "## Database API\n",
    "# from fredapi import Fred\n",
    "## Numerical API\n",
    "from scipy.interpolate import interp1d\n",
    "from scipy.optimize import bisect\n",
    "## Multi-Level Index Slicer\n",
    "idx = pd.IndexSlice\n",
    "\n",
    "import math \n",
    "import re\n",
    "# End of Section: Import Moduels\n",
    "###############################################################################\n",
    "\n",
    "\n",
    "#%% Setup Working Directory\n",
    "\n",
    "# Change to the Project Folder\n",
    "FolderList = [\"C:\\\\XingGuo\\\\Research\\\\CFM\\\\\" ]\n",
    "for Folder in FolderList:\n",
    "    if os.path.exists(Folder):\n",
    "        os.chdir(Folder)    \n",
    "\n",
    "# End of Section: Setup Working Directory\n",
    "###############################################################################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "#%% Prepare for the Regression\n",
    "RegData = pickle.load(open(\"Data\\\\Data_ForRegression.p\",'rb'))\n",
    "MergedDS = RegData['DS']\n",
    "MS = RegData['MS']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "#%% Setup\n",
    "\n",
    "### Prepare the Sample\n",
    "\n",
    "## HH Data\n",
    "DataGap = 12\n",
    "GrowthVarList = ['Growth_'+xx for xx in ['Consumption','Consumption_NonDur','Consumption_Dur','Flag_PosDurConsumption','Income', \\\n",
    "                 'Asset_Total','Liability_Total','HhSize','OwnRent']]\n",
    "RegDS = MergedDS.dropna(subset=GrowthVarList)\n",
    "RegDS['Month'] = RegDS['period'].dt.month\n",
    "RegDS['Year'] = RegDS['period'].dt.year\n",
    "\n",
    "RegDS = RegDS[(RegDS['Year']>=2009) & (RegDS['Year']<=2015)].reset_index(drop=True)\n",
    "\n",
    "## MS\n",
    "TempMS = MS.sort_values('Date').reset_index(drop=True)\n",
    "TempMS['T_M'] = TempMS['Date'].apply(lambda x: x.year*12+x.month)\n",
    "TempMS = TempMS.set_index('T_M').sort_index()\n",
    "\n",
    "def TempFun_MS_1(T_M,Lag):\n",
    "    TempT = T_M-Lag\n",
    "    if TempT in TempMS.index.to_list():\n",
    "        return TempMS.loc[TempT,'MonetaryShocks']\n",
    "    else:\n",
    "        return np.nan\n",
    "def TempFun_MS_2(T_M_Start,T_M_Length):\n",
    "    TempInd = (TempMS.index<=T_M_Start+T_M_Length) & (TempMS.index>T_M_Start)\n",
    "    return TempMS.loc[TempInd,'MonetaryShocks'].sum()\n",
    "\n",
    "\n",
    "## Exposure to Monetary Shocks\n",
    "# Type 1:\n",
    "MaxLag = 24\n",
    "LagList = range(MaxLag+1)\n",
    "MSList_1 = ['MS_'+str(Lag) for Lag in LagList]\n",
    "for Lag in LagList:    \n",
    "    RegDS['MS_'+str(Lag)] = RegDS['T_M'].apply(lambda x: TempFun_MS_1(x+DataGap,Lag))\n",
    "# Type 2:\n",
    "RegDS['MS_TotalExposure'] = RegDS.apply(lambda x: TempFun_MS_2(x['T_M'],x['PeriodGap']), axis=1)\n",
    "\n",
    "\n",
    "\n",
    "## Tablulate the Key Variables of Interest\n",
    "ConsGrowthVarList = ['Growth_Consumption','Growth_Consumption_Dur','Growth_Consumption_NonDur']\n",
    "RegDS[ConsGrowthVarList].describe(percentiles=[0.01,0.05,0.1,0.25,0.5,0.75,0.9,0.95,0.99])\n",
    "## Winsorization\n",
    "TempVarList = ConsGrowthVarList+['Growth_Consumption','Growth_Consumption_Dur','Growth_Consumption_NonDur']\n",
    "for vv in TempVarList:\n",
    "    Cutoff = RegDS[vv].quantile([0.01,0.99]).values\n",
    "    TempInd = (RegDS[vv]<Cutoff[0]) | (RegDS[vv]>Cutoff[1])\n",
    "    RegDS.loc[TempInd,vv] = np.nan\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "### Regression \n",
    "\n",
    "## Functions\n",
    "def TempFun_Reg_1(DepVar,InDepVar):\n",
    "    RegDesign = DepVar+'~'+'+'.join(list(InDepVar.values()))\n",
    "    RegModel = sm.ols(formula=RegDesign,data=RegDS).fit()\n",
    "    TempCoef = RegModel.params\n",
    "\n",
    "    Temp_1 = TempCoef[[not re.findall(':(MS_\\d+)$',xx)==[] for xx in TempCoef.index]].rename('Dom-Exo')\n",
    "    Temp_1.index = [int(re.findall(':MS_(\\d+)$',xx)[0]) for xx in Temp_1.index]\n",
    "    Temp_2 = TempCoef[['MS_'+str(xx) for xx in LagList]].rename('Exo')\n",
    "    Temp_2.index = [int(re.findall('MS_(\\d+)',xx)[0]) for xx in Temp_2.index]\n",
    "    \n",
    "    return Temp_2,Temp_1,TempCoef,RegModel\n",
    "\n",
    "def TempFun_CumCoef(TempCoef,MaxLag=MaxLag,DataGap=DataGap):\n",
    "    CoefDict = {}\n",
    "    for ii in range(MaxLag+1):\n",
    "        if ii<DataGap:\n",
    "            CoefDict[ii] = TempCoef[ii]\n",
    "        else:\n",
    "            CoefDict[ii] = TempCoef[ii]+CoefDict[ii-12]\n",
    "    return pd.Series(CoefDict).rename('IRF')\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "## Collect Results:\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Type 1:\n",
    "InDepVar = {'MS': '+'.join(['C(Flag_ExoFin, Treatment(reference=True))*'+xx for xx in MSList_1]), \\\n",
    "            'Control':'+'.join(['C(OwnRent)','C(AgeGroup)', \\\n",
    "                                'Growth_Income','C(Month)' \\\n",
    "                                ]) \\\n",
    "            }\n",
    "DepVarList = ['Growth_Consumption','Growth_Consumption_NonDur','Growth_Consumption_Dur','Growth_Flag_PosDurConsumption']\n",
    "\n",
    "IRFDict = {}\n",
    "for DepVar in DepVarList:\n",
    "    Coef_Exo,Coef_Diff = TempFun_Reg_1(DepVar,InDepVar)[0:2]\n",
    "    IRFDict[DepVar] = pd.concat([TempFun_CumCoef(Coef_Exo),TempFun_CumCoef(Coef_Diff)],keys=['Exo','Dom-Exo'],axis=1)\n",
    "\n",
    "Result_1 = pd.concat(IRFDict.values(),keys=IRFDict.keys(),axis=1)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "Fig = plt.figure(figsize=(15,6),dpi=100)\n",
    "for ii,vv in enumerate(DepVarList):\n",
    "    ax = Fig.add_subplot(2,len(DepVarList),ii+1)\n",
    "    IRF_SinglePlot(Result_1,[(vv,'Exo')],['solid'],['blue'],ax=ax,YLabel='Exo',Title=vv)\n",
    "for ii,vv in enumerate(DepVarList):\n",
    "    ax = Fig.add_subplot(2,len(DepVarList),ii+len(DepVarList)+1)\n",
    "    IRF_SinglePlot(Result_1,[(vv,'Dom-Exo')],['solid'],['blue'],ax=ax,YLabel='Dom-Exo',Title=vv)  \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Type 2:\n",
    "InDepVar = {'MS': '+'.join(['C(Flag_ExoFin, Treatment(reference=True))*MS_TotalExposure']), \\\n",
    "            'Control':'+'.join(['C(OwnRent)','C(AgeGroup)', \\\n",
    "                                'Growth_Income','C(Month)' \\\n",
    "                                ]) \\\n",
    "            }\n",
    "DepVarList = ['Growth_Consumption','Growth_Consumption_NonDur','Growth_Consumption_Dur','Growth_Flag_PosDurConsumption']\n",
    "DepVar = DepVarList[0]\n",
    "\n",
    "CoefDict = {}\n",
    "for DepVar in DepVarList:\n",
    "    RegDesign = DepVar+'~'+'+'.join(list(InDepVar.values()))\n",
    "    RegModel = sm.ols(formula=RegDesign,data=RegDS).fit()\n",
    "    TempCoef = RegModel.params\n",
    "    CoefDict[DepVar] = {'Exo': TempCoef['MS_TotalExposure'], \\\n",
    "                        'Dom-Exo': TempCoef['C(Flag_ExoFin, Treatment(reference=True))[T.False]:MS_TotalExposure']}\n",
    "\n",
    "Result_2 = pd.DataFrame(CoefDict)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": "         Growth_Consumption  Growth_Consumption_NonDur  \\\nExo               -3.770864                  -0.956078   \nDom-Exo            3.292541                   1.885483   \n\n         Growth_Consumption_Dur  Growth_Flag_PosDurConsumption  \nExo                   -1.893997                       0.002017  \nDom-Exo                0.774127                      -0.003943  ",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>Growth_Consumption</th>\n      <th>Growth_Consumption_NonDur</th>\n      <th>Growth_Consumption_Dur</th>\n      <th>Growth_Flag_PosDurConsumption</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>Exo</th>\n      <td>-3.770864</td>\n      <td>-0.956078</td>\n      <td>-1.893997</td>\n      <td>0.002017</td>\n    </tr>\n    <tr>\n      <th>Dom-Exo</th>\n      <td>3.292541</td>\n      <td>1.885483</td>\n      <td>0.774127</td>\n      <td>-0.003943</td>\n    </tr>\n  </tbody>\n</table>\n</div>"
     },
     "metadata": {},
     "execution_count": 21
    }
   ],
   "source": [
    "Result_2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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